How To Solve Composite Radical Equations With Internal Square Roots - Algebra

This algebra video tutorial explains how to solve composite radical equations with internal square roots.

Simplifying Radical Expressions:

Multiplying Radical Expressions:

Adding & Subtracting Radicals:

Simplifying Cube Root Expressions:

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Rationalizing The Denominator:

Multiplying Radicals With Different Indices:

How To Solve Radical Equations:

Solving Equations With Cube Roots:

Solving Complex Radical Equations:

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How To Graph Radical Functions:

Domain of Radical Functions:

How To Graph Cube Root Functions:

Radical Expressions - Test Review:

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Final Exams and Video Playlists:

Full-Length Videos and Worksheets:

[Brianjoseph]

This video title makes me think of equations riding dirt bikes and doing other radical things

[johnfredette]

Wow! I had no idea that the second problem could have 2 correct answers. I only expected one of them to be correct.

[AnisYousuf-wu]

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[HittokiriBattousai]

I suck at math so I wonder why the hell is this recommended to me.

[treasersb]

My tutor of all time can you make a video about sketch curves, determining range and domain and transformation of curves 😢 I will really appreciate🙏🙏❤

[georgesadler]

Professor Organic Chemistry Tutor, thank you for another outstanding Algebra video. Problem solving always helps College and High School students in Science and Engineering. This is an error free video/lecture on YouTube TV with the Organic Chemistry Tutor.

[nuklearwanze]

Why not substitution sqrt(x) = u and simply calculate the solution using the pq-formula? Seems much more straightforward.

[stevenmbale]

The best. I really appreciate your help throughout my time in college 🙏🙏🙏

[tturi]

i should have known it was a quadratic by the roots

[mohanbabupm]

Geniuos personified it is you gentleman

[phoebesol]

I love you man, saving my life every cet

[hhdakd]

When you get so tired of doing Chemistry:

[robertmayfield]

Call me stupid, but I don't understand part from 3:47 to 4:07. I'd appreciate if you'd explain.